Quick question about the complex exponential form of the fourier series. After finding coefficient Cn, and plugging back to the function f(x)=sigma(n=-infinity to inifinty)Cn*e^iwnx, are the imaginary terms simply discarded?
Not that it really adds anything but just because I feel like rambling a bit - In a practical sense; yes, just throw the imaginary terms away assuming your original function is real-valued. Of course the justification for this is as HallsofIvy pointed out but why spend time computing zero.
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